Question

Your firm is considering an investment that will cost $920,000 today. The investment will produce cash flows of $450,000 in year 1, $270,000 in years 2 through 4, and $200,000 in year 5. The discount rate that your firm uses for projects of this type is 11.25%. What is the investment's net present value

Answer 1

Based on the information given the investment's net present value is $192,369.06.

Using this formula

Net Present Value(NPV)=-Initial cost+ Cash flow during time period/(Discount rate+ Cash flow time)

Let plug in the formula

NPV=-920,000+450,000÷(1+0.1125)^1+270,000÷(1+0.1125)^2+270,000÷(1+0.1125)^3+200,000÷(1+0.1125)^4

NPV=-920,000+450,000÷(1.1125)^1+270,000÷(1.1125)^2+270,000÷(1.1125)^3+200,000÷(1.1125)^4

NPV=$192,369.06

Inconclusion the investment's net present value is $192,369.06.

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